Phoenix is a hub for a large airline. Suppose that on a particular day, 8,000 passengers arrived in Phoenix on this airline. Phoenix was the final destination for 1,600 of these passengers. The others were all connecting to flights to other cities. On this particular day, several inbound flights were late, and 410 connecting passengers missed their connecting flight and were delayed in Phoenix. Of the 410 who were delayed, 85 were delayed overnight and had to spend the night in Phoenix. Consider the chance experiment of choosing a passenger at random from these 8,000 passengers. Calculate the following probabilities. (Round your answers to three decimal places.) (a) Calculate the probability that the selected passenger had Phoenix as a final destination. (b) Calculate the probability that the selected passenger did not have Phoenix as a final destination. (c) Calculate the probability that the selected passenger was connecting and missed the connecting flight. (d) Calculate the probability that the selected passenger was a connecting passenger and did not miss the connecting flight. (e) Calculate the probability that the selected passenger either had Phoenix as a final destination or was delayed overnight in Phoenix.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Phoenix is a hub for a large airline. Suppose that on a particular day, 8,000 passengers arrived in Phoenix on this airline. Phoenix was the final destination for 1,600 of these
passengers. The others were all connecting to flights to other cities. On this particular day, several inbound flights were late, and 410 connecting passengers missed their
connecting flight and were delayed in Phoenix. Of the 410 who were delayed, 85 were delayed overnight and had to spend the night in Phoenix. Consider the chance experiment
of choosing a passenger at random from these 8,000 passengers. Calculate the following probabilities. (Round your answers to three decimal places.)
(a) Calculate the probability that the selected passenger had Phoenix as a final destination.
(b) Calculate the probability that the selected passenger did not have Phoenix as a final destination.
(c) Calculate the probability that the selected passenger was connecting and missed the connecting flight.
(d) Calculate the probability that the selected passenger was a connecting passenger and did not miss the connecting flight.
(e) Calculate the probability that the selected passenger either had Phoenix as a final destination or was delayed overnight in Phoenix.
Transcribed Image Text:Phoenix is a hub for a large airline. Suppose that on a particular day, 8,000 passengers arrived in Phoenix on this airline. Phoenix was the final destination for 1,600 of these passengers. The others were all connecting to flights to other cities. On this particular day, several inbound flights were late, and 410 connecting passengers missed their connecting flight and were delayed in Phoenix. Of the 410 who were delayed, 85 were delayed overnight and had to spend the night in Phoenix. Consider the chance experiment of choosing a passenger at random from these 8,000 passengers. Calculate the following probabilities. (Round your answers to three decimal places.) (a) Calculate the probability that the selected passenger had Phoenix as a final destination. (b) Calculate the probability that the selected passenger did not have Phoenix as a final destination. (c) Calculate the probability that the selected passenger was connecting and missed the connecting flight. (d) Calculate the probability that the selected passenger was a connecting passenger and did not miss the connecting flight. (e) Calculate the probability that the selected passenger either had Phoenix as a final destination or was delayed overnight in Phoenix.
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